Colleges of science and engineering mathematical foundations: Higher Mathematics (Vol.1) (Revision)(Chinese Edition) - Tapa blanda

Anhui Province Higher Eleventh Five provincial planning textbooks colleges and universities of science and engineering mathematical foundations of higher mathematics (Vol.1) (Revised Edition) [Paperback]

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liu xing
(Nanjing JiangSu, JS, China)

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Descripción paperback. Condición: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback Pages Number: 324 Language: Simplified Chinese Publisher: Anhui University Press; 2nd edition (September 1. 2008). Anhui Province Higher Eleventh Five provincial planning textbooks colleges and universities of science and engineering mathematical foundations of higher mathematics (Vol.1) (Revised Edition) Introduction: Calculus is one of the most important science and engineering of non-mathematics basic course. plays a vital role on the culture of the 21st century composite applications personnel. To this end. according to the National College of Science and Engineering Higher Mathematics syllabus. we refer to the 2003 and 2004 National Graduate Admission Examination math test outline the original self in Anhui University Textbook Series higher mathematics (Anhui University Press Association. on the basis of the 1999 edition). concentrated in the province of universities has long been engaged in higher mathematics teaching. teachers with teaching experience. the spirit of innovation. reform-minded purpose. to prepare a set of calculus textbooks. Anhui Province Higher Eleventh Five provincial planning textbooks colleges and universities of science and engineering mathematical foundations of higher mathematics (Vol.1) (revised edition) is part of the Calculus in the system of higher mathematics on the books. is the higher mathematical theory foundation. Contents: Chapter 1 functions 1.1 a collection of several features of the concept of functions of constants and variables 1.2 1.3 functions 1.5 1.4 composite functions and inverse function of elementary functions 1.6 hyperbolic functions Chapter 1 Exercises of Chapter 2 2.2 function of the limits and the limits of 210 series limit continuous function on the nature of continuity 2.6 closed interval of 2.3 two important limits of 2.4 Infinitesimal of infinity 2.5 functions in Chapter 2 Exercises of Chapter 3 guide number of the concept of differential 3.1 guide number of 3.2 guide number of algorithms 3.3 primary function of the derivation 3.4 high-end guide number of 3.5 function of the differential 3.6 higher order differential 3 Chapter integrated practice question in Chapter 4 Differential Value Theorem and its application to 4.1 Differential Mean Value Theorem 4.2's Rule 4.3 of Taylor formula of 4.4 functions monotonous and Extremes 4.5 function convexity and inflection point. asymptotic line of 4.6 of a plane curve curvature 4 and chapter exercises indefinite integral 5.1 Indefinite Integral concepts and properties of 5.2-for-element integral method of 5.3 Integration by 5.4 of several special types of functions in Chapter 5 of the indefinite integral Exercises of Chapter 6 of the definite integral The concept of 6.1 Definite Integral 6.2 the nature of the definite integral mean value theorem 6.3 Calculus basic formula of 6.4 the definite integral of substitution and integration by 6.5 of the definite integral approximate calculation of 6.6 of Chapter 6 of the generalized integral SPA The basic idea of ??the exercises Chapter 7 of the definite integral application of 7.1 micro-element method of 7.2 given in Chapter 8 of Chapter 7 of the application of 7.3 the definite integral of the integral geometry on the physical exercises differential equations 8.1 Differential Equations the basic concepts of 8.2 a few simple differential equations 8.4 full-differential equations of a 8.3-order differential equations and integral factor to 8.5 for second order constant coefficient linear differential equation 8.6 constant coefficient linear differential equations in Chapter 8 exercises Appendix 1 common elementary mathematical formula in Appendix 2 commonly used geometric curve icon Appendix 3 questions and exercises answerFour Satisfaction guaranteed,or money back. Nº de ref. del artículo: MM3347

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